Ye, Zhiwei, Sun, Jie, Zhou, Wen, Adamyk, Bogdan, Zhang, Jixin, Cai, Ting, Shen, Jun, Lei, Mengya, Zhou, Jing and Li, Ruihan (2025). TSMS-HRO: A Two-Stage Multi-Strategy Hybrid Rice Optimisation Algorithm for High-Dimensional Feature Selection. Journal of Computational Design and Engineering ,
Abstract
High-dimensional feature selection remains a challenging and active topic in machine learning. Swarm intelligence and evolutionary computation have demonstrated promising results for high-dimensional feature selection, such as ant colony optimisation algorithm, particle swarm optimisation algorithm, and hybrid rice optimisation algorithm, etc. However, these algorithms still face two major challenges: The first is the presence of excessive redundant features in the selected subset, which degrades classification performance; the second is the long runtime of existing methods, which hampers efficient search and timely solution. To address these challenges, the paper proposes a novel two-stage algorithm, termed the two-stage multi-strategy hybrid rice optimisation algorithm (TSMS-HRO), specifically designed for high-dimensional feature selection. In the first stage, the minimum redundancy maximum relevance method is used to compute prior information to enhance the guidance of the feature subset search in the second stage. In the second stage, the hybrid rice optimisation algorithm is enhanced through four mechanisms: enhancing the quality and diversity of the initial population with good point set and elite opposition-based learning strategies; increasing the utilisation rate of maintainer line individuals with multiple adaptive differential operator selection strategies; improving the global and local search capabilities of the hybridisation process with a t-distribution mutation perturbation strategy; and enhancing the flexibility and diversity of the selfing process of restorer line individuals by introducing an improved adaptive crossover strategy. To evaluate the performance of the proposed method, extensive numerical experiments were conducted using benchmark functions from CEC2022. Results are compared with other well-known algorithms, such as the whale optimisation algorithm and grey wolf optimiser. Furthermore, TSMS-HRO is applied to 12 high-dimensional biomedical datasets. The experimental results show that TSMS-HRO outperforms other two-stage and metaheuristic algorithms based feature selection methods in terms of accuracy and convergence speed. For example, on the CLL_SUB_111 dataset with 11,340 dimensions, TSMS-HRO achieved an average accuracy of 95.25% with a 98.86% reduction in features, clearly surpassing other methods in both effectiveness and stability. These findings confirm that TSMS-HRO is an efficient and reliable algorithm not only for the optimisation of functions with different characteristics but also for real-world optimisation problems.
| Publication DOI: | https://doi.org/10.1093/jcde/qwaf113 |
|---|---|
| Divisions: | College of Business and Social Sciences > Aston Business School |
| Additional Information: | Copyright © The Author(s) 2025. Published by Oxford University Press on behalf of the Society for Computational Design and Engineering. This is an Open Access article distributed under the terms of the Creative Commons Attribution License (https://creativecommons.org/licenses/by/4.0/), which permits unrestricted reuse, distribution, and reproduction in any medium, provided the original work is properly cited. |
| Uncontrolled Keywords: | High dimensional feature selection,Hybrid Rice Optimisation algorithm,Minimum redundancy maximum relevance,Good point set,Elite opposition-based learning |
| Publication ISSN: | 2288-5048 |
| Last Modified: | 06 Nov 2025 08:06 |
| Date Deposited: | 05 Nov 2025 16:48 |
| Full Text Link: | |
| Related URLs: |
https://academi ... qwaf113/8297130
(Publisher URL) |
PURE Output Type: | Article |
| Published Date: | 2025-10-22 |
| Published Online Date: | 2025-10-22 |
| Accepted Date: | 2025-10-01 |
| Authors: |
Ye, Zhiwei
Sun, Jie Zhou, Wen Adamyk, Bogdan (
0000-0001-5136-3854)
Zhang, Jixin Cai, Ting Shen, Jun Lei, Mengya Zhou, Jing Li, Ruihan |
0000-0001-5136-3854